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Descriptive set theory
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ISBN: 9780821848135 Year: 2009 Publisher: Providence (R.I.) : American mathematical society,

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Essay on the nature and immutability of truth, in opposition to sphistry and scepticism (1st American ed. from 6th European ed.)
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Year: 1809 Publisher: Philadelphia : Solomon Wieatt,

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I purpose to treat this subject in the following manner. First, I shall endeavor to trace the several kinds of Evidence and Reasoning up to their first principles; with a view to ascertain the Standard of Truth, and explain immutability. Secondly, I shall show that my sentiments on this head, however inconsistent with the genius of scepticism, and with the practice and principles of sceptical writers, are yet perfectly consistent with the genius of true philosophy, and with the practice and principles of those who are universally allowed to have been the most successful in the investigation of truth: concluding with some inferences or rules; by which the more important fallacies of the sceptical philosophy may be detected by every person of common sense, even though he should not possess acuteness or metaphysical knowledge sufficient to qualify him for a logical confutation of them. Thirdly, I shall answer some objections; and make some remarks, by way of Estimate of Scepticism and sceptical writers. I divide my discourse in this manner, chiefly with a view to the reader's accommodation. An exact arrangement of parts is necessary to confer elegance on a whole; but I am more studious of utility than of elegance. And though my sentiments might have been exhibited in a more systematic order; I am apt to think, that the order in which they first occurred to me is the most natural, and may be the most effectual for accomplishing my purpose. (PsycINFO Database Record (c) 2016 APA, all rights reserved).


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A topological picturebook
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ISBN: 3540964266 9783540964261 Year: 1987 Publisher: Berlin Springer

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Recursive aspects of descriptive set theory
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ISBN: 0195036026 Year: 1985 Publisher: New York (N.Y.): Oxford university press

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Forcing idealized
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ISBN: 9780511542732 9780521874267 0521874262 9780511376238 0511376235 9780511378942 0511378947 051137805X 9780511378058 1107181607 1281243485 9786611243487 0511377177 0511374704 0511542739 Year: 2008 Publisher: Cambridge : Cambridge University Press,

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Descriptive set theory and definable proper forcing are two areas of set theory that developed quite independently of each other. This monograph unites them and explores the connections between them. Forcing is presented in terms of quotient algebras of various natural sigma-ideals on Polish spaces, and forcing properties in terms of Fubini-style properties or in terms of determined infinite games on Boolean algebras. Many examples of forcing notions appear, some newly isolated from measure theory, dynamical systems, and other fields. The descriptive set theoretic analysis of operations on forcings opens the door to applications of the theory: absoluteness theorems for certain classical forcing extensions, duality theorems, and preservation theorems for the countable support iteration. Containing original research, this text highlights the connections that forcing makes with other areas of mathematics, and is essential reading for academic researchers and graduate students in set theory, abstract analysis and measure theory.


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Descriptive set theory and forcing, : how to prove theorems about Borel sets the hard way
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Year: 1995 Publisher: New York : Springer-Verlag,

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Descriptive set theory and forcing, : how to prove theorems about Borel sets the hard way
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Year: 1995 Publisher: New York : Springer-Verlag,

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Borel liftings of Borel sets : some decidable and undecidable statements.
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ISBN: 0821839713 Year: 2007 Publisher: Providence American Mathematical Society

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Descriptive set theory and forcing, : how to prove theorems about Borel sets the hard way
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Year: 1995 Publisher: New York : Springer-Verlag,

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Set theory
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ISBN: 1283526018 9786613838469 0080957722 0444534172 Year: 1968 Publisher: Burlington : Elsevier Science,

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Provability, Computability and Reflection

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